25. Consider a cash flow and interest profile as shown below: year 1 2 3 CF at EOY (SR) -10,000 6,500 6,000 5,500 Interest rate (%) 8 10 The formula to be used for finding the equivalent annual worth for the above cash flow is: a. A(P/F 6%, 1)+A(F/P 8%, 1)(P/F 6%, 1)+A(F/P 10%, 1)(F/P 8%, 1)(P/F 6%, 1) b. A(A/P 6%, 1){1+(A/P 8%, 1)+(A/P 8%, 1)(A/P 10%, 1)} c. A(A/F 6%, 1)+A(A/P 8%, 1)(A/F 6%, 1)+A(A/P 10%, 1)(A/P 8%, 1)(A/F 6%, 1) d. A(P/F 6%, 1){1+(P/F 8%, 1)+(P/F 8%, 1)(P/F 10%, 1)} CEDI to a
25. Consider a cash flow and interest profile as shown below: year 1 2 3 CF at EOY (SR) -10,000 6,500 6,000 5,500 Interest rate (%) 8 10 The formula to be used for finding the equivalent annual worth for the above cash flow is: a. A(P/F 6%, 1)+A(F/P 8%, 1)(P/F 6%, 1)+A(F/P 10%, 1)(F/P 8%, 1)(P/F 6%, 1) b. A(A/P 6%, 1){1+(A/P 8%, 1)+(A/P 8%, 1)(A/P 10%, 1)} c. A(A/F 6%, 1)+A(A/P 8%, 1)(A/F 6%, 1)+A(A/P 10%, 1)(A/P 8%, 1)(A/F 6%, 1) d. A(P/F 6%, 1){1+(P/F 8%, 1)+(P/F 8%, 1)(P/F 10%, 1)} CEDI to a
Essentials Of Investments
11th Edition
ISBN:9781260013924
Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Chapter1: Investments: Background And Issues
Section: Chapter Questions
Problem 1PS
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Question
![25. Consider a cash flow and imterest profile as shown below:
2 3
year
1
CF at EOY (SR)
-10,000
6,500
6,000
5,500
Interest rate (%)
10
The formula to be used for finding the equivalent annual worth for the above cash flow
is:
a. A(P/F 6%, 1)+A(F/P 8%, 1)(P/F 6%, 1)+A(F/P 10%, 1)(F/P 8%, 1)(P/F 6%, 1)
b. A(A/P 6%, 1){1+(A/P 8%, 1)+(A/P 8%, 1)(A/P 10%, 1)}
c. A(A/F 6%, 1)+A(A/P 8%, 1)(A/F 6%, 1)+A(A/P 10%, 1)(A/P 8%, 1)(A/F 6%, 1)
d. A(P/F 6%, 1){1+(P/F 8%, 1)+(P/F 8%, 1)(P/F 10%, 1)}](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Feb2f675f-2d8b-43a4-9e00-36cf3f55fe1a%2F9283c52f-bf8d-47bd-8101-f2570189e915%2Ffs4b09_processed.png&w=3840&q=75)
Transcribed Image Text:25. Consider a cash flow and imterest profile as shown below:
2 3
year
1
CF at EOY (SR)
-10,000
6,500
6,000
5,500
Interest rate (%)
10
The formula to be used for finding the equivalent annual worth for the above cash flow
is:
a. A(P/F 6%, 1)+A(F/P 8%, 1)(P/F 6%, 1)+A(F/P 10%, 1)(F/P 8%, 1)(P/F 6%, 1)
b. A(A/P 6%, 1){1+(A/P 8%, 1)+(A/P 8%, 1)(A/P 10%, 1)}
c. A(A/F 6%, 1)+A(A/P 8%, 1)(A/F 6%, 1)+A(A/P 10%, 1)(A/P 8%, 1)(A/F 6%, 1)
d. A(P/F 6%, 1){1+(P/F 8%, 1)+(P/F 8%, 1)(P/F 10%, 1)}
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